Advanced PID Control¶
Åström, K. J., & Hägglund, T. (2006). Advanced PID Control.
Cited by¶
2 citations across 2 artifacts.
Each citation links to the sentence it supports in the citing article.
Primes¶
- Derivative Amplification
- Control engineering: cascaded derivative-action controllers, where an inner loop's derivative term feeds an outer loop's setpoint, produce predictable instability as the chain lengthens even when each loop is locally stable.
This sourceStandard reference on cascaded control loops and derivative action, including how chaining derivative-action loops produces instability as the cascade deepens even when each loop is locally stable.
- Control engineering: cascaded derivative-action controllers, where an inner loop's derivative term feeds an outer loop's setpoint, produce predictable instability as the chain lengthens even when each loop is locally stable.
- Withdrawal Rebound
- The dictated fix is anti-windup: bound or bleed off the integral so the compensation cannot accumulate unopposed, the control-theoretic analogue of tapering.
This sourceStandard reference on anti-windup schemes (back-calculation, conditional integration) that bound or bleed off the integral term so the compensation cannot accumulate unopposed — the control-theoretic analogue of tapering.
- The dictated fix is anti-windup: bound or bleed off the integral so the compensation cannot accumulate unopposed, the control-theoretic analogue of tapering.
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